Since DEX cryptocurrency exchanges operate on blockchain networks and blockchains are decentralized in nature, the risk of the centralized authority getting hacked is eradicated. However, whereas DEX crypto exchanges scale back reliance on central entities, they are not immune to vulnerabilities similar to sensible contract bugs or exploits. As https://rentry.co/ , users nonetheless need to be cautious about dangers associated to technical flaws, but the architecture minimizes the risk of funds being stolen via breaches of a central authority.

<h2>Fees And Community Costs</h2>

Just note that it is always essential to stay cautious, particularly when relying on other traders. Some exchanges provide much more than the fundamental security features, although - an instance of this may be 2FA (two-factor authentication), or creation of custom PIN codes. Those are literally a variety of the most necessary features to take a look at when choosing the most effective cryptocurrency change, too. Security is a no brainer - if the exchange doesn’t have some fundamental security measures[2], it isn’t even value wanting into. The platform's charges usually do not exceed zero.2%, a price that's actually below the established "business standard" of zero.25%. Users holding HTX tokens can profit from even lower fees, which also offers utility to the aforementioned tokens themselves.
You can study extra in regards to the security measurements of those firms in our Kraken and SwissBorg reviews. The above mentions also help Ethereum NFTs however there is not any clear winner there because the NFT market on Ethereum is now large and one of the best place to select up Ethereum NFTs for you'll be primarily based on private taste. Binance is the most effective place to mint, sell, and seek for NFTs on the BSC network. Binance, Bitfinex and KuCoin all help dozens of different languages together with Russian, simplified mandarin, and heaps of languages for eastern European and smaller Asian-based international locations. A third-party evaluation that exams the help of all the most important exchanges also ranked Kraken prime in that class, you can find out more about that in our Kraken evaluate.
The company has been in search of strategic acquisitions with a serious focus on launching an offshore derivatives business.. Coinmama is considered one of the names that do are inclined to pop up quite typically whenever you’re trying to find one of the best crypto exchange. While the exchange in question appears to be well-rounded, in general, there are a couple of issues that stand out pretty quick. Thus, each experienced and beginner merchants will find what they want on the platform. Well, THAT, and crypto coin variety - it’s in all probability one thing that's going to matter to a lot of people, too.
<h3>Is Binance Proper For You?</h3>
Cryptocurrency exchanges may be simple asset swap platforms like Changelly, or superior buying and selling platforms with support for spot and derivatives buying and selling like Binance and Coinbase. The platform is extremely customer-focused, continuously evolving to offer the best user expertise. Its low buying and selling charges, quick trading engine, and superior mobile app make it an attractive selection for each novice and experienced traders. MEXC Global, one other name for MEXC, is a cryptocurrency change that provides quite a lot of companies to cryptocurrency fanatics.
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A crypto change is a market where you should purchase and promote cryptocurrencies, like bitcoin, Ether or Dogecoin. Cryptocurrency exchanges work so much like other buying and selling platforms that you may be familiar with. They provide you with accounts the place you possibly can create different order sorts to buy, sell and speculate in the crypto market. Unlike centralized buying and selling platforms, like Binance and Coinbase, which often have giant user bases and deep liquidity, DEX platforms may wrestle with low buying and selling volumes for certain tokens. It happens as a end result of their reliance on liquidity swimming pools, which don’t always have adequate depth for all trading pairs. This can result in greater slippage and less favorable buying and selling situations, particularly for large orders.
<ul> <li>Uniswap is among the most popular DeFi Protocol powered by AMM know-how.</li> <li>Paying with a bank switch (the really helpful method) prices an extra 0.5%, so prompt buy will cost you 2% the overwhelming majority of the time.</li> <li>Of course, there are additional fees for things like deposits and withdrawals, which we cowl in more element in our KuCoin,&nbsp; Binance and OKX evaluations.</li></ul>
0x Protocol is ruled by its native token,i.e., ZRX, which plays a critical role in staking and governance. Token holders can take part in decision-making processes and earn rewards for staking. 1inch operates on multiple blockchains, together with Ethereum, Binance Smart Chain, and Polygon, offering users with entry to a variety of tokens and buying and selling pairs. The platform’s native token, 1INCH, is used for community governance and permits users to participate in decision-making processes and shape the platform’s future. On high of that, 1inch provides liquidity mining opportunities, where users can earn rewards by providing liquidity to the platform. Uniswap’s automated market makers system relies on liquidity suppliers who deposit an equal value of two tokens right into a pool and, in return, earn charges from trades made against their liquidity.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="609px" alt="Best crypto exchanges" 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">
Forbes then evaluated each firm on a scale of 1 to 10 in nine categories?BTC+ETH, Transparency, Regulation, Cost, Audit Strength, Institutional Clients, Spot Volume, Derivatives Volume, Crypto Products. The scores had been then weighted and tallied to acquire a composite last score. UK-based Revolut is a non-public digital financial institution valued at $45 billion that has raised a quantity of rounds from the likes of DST Global, TCV, Tiger Global, and SoftBank.
<h3>Why You Need To Trust Us: Our Expert Panel For The Best Cryptocurrency Exchanges</h3>
The specific check checked out what it will price to buy $25,000 of crypto without any quantity reductions or other promotions. Together, these corporations hold an estimated $1.2 trillion in client property, and, according to the web analytics firm Similarweb, their web sites had been frequented by a mixed 438 million users in November. Due diligence and analysis are extremely necessary when selecting a crypto trade you can belief. All suppliers on our record are US government-regulated and licensed to function inside the US. Many providers on our listing additionally carry crime insurance coverage covering fiat forex and digital asset theft. For tax purposes, cryptocurrencies are considered property by the IRS, similar to stocks and bonds.